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Simultaneous identification of structural modal co-ordinates and unknown modal inputs are first conducted in the reduced dimension by modal truncation technique.
The modal truncation technique using the steady-state dynamic analysis in a selected location and frequency range of interest is applied to increase the efficiency of mechatronics simulations including the cutting process.
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A reduced order model is obtained using modal truncation.
It is shown that the proposed method can reduce the modal truncation error significantly.
Two modal truncation schemes, middle-high-modal and low-high-modal truncation schemes, are presented according to the values of the exciting frequencies.
Two modal truncation schemes, middle high modal and low high modal truncation schemes, are presented according to the values of the excited frequencies.
The modal truncation augmentation method (MTAM) is also presented to handle the modal truncation problem by making the equilibrium equations into a subspace equation spanned in terms of the columns of a projection basis given in the GMAM.
The effectsystemystequationsters on the boundarees of thenunstable regions are studied numerically.
Recently, engineered minichromosomes have been produced using a telomere-mediated truncation technique in some plants.
The advantage of the proposed scheme lies in easy implementation, avoidance of modal truncation, efficient suppression of the dominant mode of vibration, and allowing high-speed motions.
For cases in which large modal truncation errors (or modeling errors) exist, the identification process also becomes unidentifiable.
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